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Outline
Further Pure
FP1
Complex Numbers
Complex Transformations Examples
Polar Coordinates
Conics
Maclaurin Taylor Series
Vectors
Further Pure
Author:
Patrick Cobb
Table of Contents
FP1
Satellite and Parabola
Matrix Transformations
Matrix Rotations
Complex Numbers
nth roots
|z|=n
|z-z1|=|z-z2|
|z-z1|=k|z-z2|
Arg z = pi/4
Arg(z-z1)/(z-z2)
Joukowsky Transform
Complex Transformations Examples
example 3
x=1, w=24/z
mod z =3, w=24/z
Polar Coordinates
Polar plotter - introducing polar curves
Polar curves - intersections
Polar Tangents V3
Polar Tangents
Polar Integral
(Old) Polar Plotter
Conics
Eccentricity
Normal to an ellipse
Conics Example 2
Ellipse Tangent Loci Starter
Maclaurin Taylor Series
Maclaurin - Taylor
Vectors
P-P
Plane defined by 2 vectors
Next
Satellite and Parabola
New Resources
Row and Column Views of Systems of Linear Equations
Domain of f(x,y)
bewijs stelling van Pythagoras
Untitled
Celsius ↔ Fahrenheit Converter
Discover Resources
grades and frequency (1)
Parabola Mountains (Matt)
Graphs of Logarithmic Functions
The Reflect Tool
Two Column Proofs
Tangent plane
Discover Topics
LCM and GCD
Set Theory
Circumcircle or Circumscribed Circle
Similar Triangles
Vectors
